{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Quickstart Guide: \n",
    "\n",
    "This Quickstart Guide presents a simple example of **ocean data challenge** for mapping the Sea Surface Height from sparse observations. \n",
    "\n",
    "The methodology is based on an Observing System Simulation Experiment (OSSE). The inputs data represent altimeter observations extracted from a realistic high-resolution ocean model simulation (NATL60). A simple mapping algorithm (Optimal Interpolation) is given as a baseline for the reconstructed SSH field from the sparse observations. Finally, a deep end-to-end learning approach is provided (Fablet et al., 2020): it already beats the OI (Beauchamp et al. 2020). Last, a comparison between the reconstructed OI, the reconstructed FP-GENN and the reference SSH fields is done to quantify the reconstruction scores.\n",
    "\n",
    "The notebook is structured as follows:\n",
    "\n",
    "    1) downloading the data\n",
    "    2) Setup configuration of the interpolation\n",
    "    3) Run the DINAE experiment\n",
    "    4) Plot some figures and interpolation scores\n",
    "\n",
    "This quickstart guide requires GPU capabilities activated to run."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Initializing DINAE libraries...\n",
      "...Done\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Using TensorFlow backend.\n"
     ]
    }
   ],
   "source": [
    "import sys\n",
    "sys.path.append(\"../\")\n",
    "from DINAE import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import logging\n",
    "logger = logging.getLogger()\n",
    "logger.setLevel(logging.INFO)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/anaconda/envs/py35/lib/python3.5/site-packages/distributed/bokeh/core.py:56: UserWarning: \n",
      "Port 8787 is already in use. \n",
      "Perhaps you already have a cluster running?\n",
      "Hosting the diagnostics dashboard on a random port instead.\n",
      "  warnings.warn('\\n' + msg)\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<table style=\"border: 2px solid white;\">\n",
       "<tr>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3>Client</h3>\n",
       "<ul>\n",
       "  <li><b>Scheduler: </b>tcp://127.0.0.1:45719\n",
       "  <li><b>Dashboard: </b><a href='http://127.0.0.1:42471/status' target='_blank'>http://127.0.0.1:42471/status</a>\n",
       "</ul>\n",
       "</td>\n",
       "<td style=\"vertical-align: top; border: 0px solid white\">\n",
       "<h3>Cluster</h3>\n",
       "<ul>\n",
       "  <li><b>Workers: </b>1</li>\n",
       "  <li><b>Cores: </b>1</li>\n",
       "  <li><b>Memory: </b>9.85 GB</li>\n",
       "</ul>\n",
       "</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<Client: scheduler='tcp://127.0.0.1:45719' processes=1 cores=1>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import dask\n",
    "cluster = dask.distributed.LocalCluster()\n",
    "cluster.scale(1)\n",
    "client = dask.distributed.Client(cluster)\n",
    "client"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 1- DOWNLOADING DATA"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "When downloading the 3 datasets (ref, data & oi), be sure that the names of the files will be the same than those specified in the config.yml file used to define the setup configuration. If no, please modify the config.yml file or change the downloaded file names."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Download Nature run SSH for mapping evaluation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "#!wget https://s3.eu-central-1.wasabisys.com/melody/ref.nc -O \"ref.nc\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Download Synthetic SSH observation for OI mapping"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "#!wget https://s3.eu-central-1.wasabisys.com/melody/data.nc -O \"data.nc\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#####  Download OI mapping"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "#!wget https://s3.eu-central-1.wasabisys.com/melody/oi.nc -O \"oi.nc\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2- SETUP CONFIGURATION "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# description of the parameters\n",
    "domain   = \"GULFSTREAM\"\n",
    "opt      = \"nadirswot\"\n",
    "lag      = \"0\"             \n",
    "type_obs = \"mod\"       # mod/obs\n",
    "\n",
    "# main code\n",
    "parser = argparse.ArgumentParser()\n",
    "with open('config.yml', 'rb') as f:\n",
    "    conf = yaml.load(f.read())\n",
    "    \n",
    "# list of global parameters (comments to add)\n",
    "fileMod                 = conf['path_files']['fileMod']\n",
    "fileOI                  = conf['path_files']['fileOI']\n",
    "fileObs                 = conf['path_files']['fileObs']\n",
    "flagTrWMissingData      = conf['data_options']['flagTrWMissingData'] \n",
    "flagloadOIData          = conf['data_options']['flagloadOIData']\n",
    "include_covariates      = conf['data_options']['include_covariates']\n",
    "lfile_cov               = conf['data_options']['lfile_cov']\n",
    "lname_cov               = conf['data_options']['lname_cov']\n",
    "lid_cov                 = conf['data_options']['lid_cov']   \n",
    "N_cov                   = ifelse(include_covariates==True,len(lid_cov),0)\n",
    "size_tw                 = conf['data_options']['size_tw'] \n",
    "Wsquare                 = conf['data_options']['Wsquare']\n",
    "Nsquare                 = conf['data_options']['Nsquare']\n",
    "DimAE                   = conf['NN_options']['DimAE']\n",
    "flagAEType              = conf['NN_options']['flagAEType']\n",
    "sigNoise                = conf['data_options']['sigNoise']\n",
    "flagTrOuputWOMissingData= conf['data_options']['flagTrOuputWOMissingData']\n",
    "stdMask                 = conf['data_options']['stdMask']\n",
    "dropout                 = conf['data_options']['dropout']\n",
    "start_eval_index        = conf['data_options']['start_eval_index']\n",
    "end_eval_index          = conf['data_options']['end_eval_index']\n",
    "start_train_index       = conf['data_options']['start_train_index']\n",
    "end_train_index         = conf['data_options']['end_train_index']\n",
    "wl2                     = conf['data_options']['wl2']\n",
    "batch_size              = conf['training_params']['batch_size']\n",
    "NbEpoc                  = conf['training_params']['NbEpoc']\n",
    "Niter                   = conf['training_params']['Niter']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3- CREATE OUTPUT DIRECTORY"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "if flagAEType==1:\n",
    "    suf1 = \"ConvAE\"\n",
    "else:\n",
    "    suf1 = \"GENN\"\n",
    "    \n",
    "if flagTrWMissingData==0:\n",
    "    suf2 = \"womissing\"  \n",
    "elif flagTrWMissingData==1:\n",
    "    suf2 = \"wmissing\"\n",
    "else:\n",
    "    suf2 = \"wwmissing\"\n",
    "    \n",
    "suf3 = \"FP\"\n",
    "suf4 = ifelse(include_covariates==True,\"w\"+'-'.join(lid_cov),\"wocov\")\n",
    "dirSAVE = '.'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 4- RUN EXPERIMENTS"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 4.1 Read the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1) .... Load SSH dataset (training data): data.nc\n",
      ".... Load OI SSH dataset (training data): oi.nc\n",
      ".... Load OI dataset (training data): oi.nc\n",
      ".... # loaded samples: 275 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "../DINAE/mods/import_Datasets.py:129: RuntimeWarning: invalid value encountered in less\n",
      "  ss              = np.sum( np.sum( np.sum( x_train < -100 , axis = -1) , axis = -1 ) , axis = -1)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "....... # of training patches: 275/275\n",
      "2) .... Load SST dataset (test data): data.nc\n",
      ".... # loaded samples: 80 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "../DINAE/mods/import_Datasets.py:201: RuntimeWarning: invalid value encountered in less\n",
      "  ss            = np.sum( np.sum( np.sum( x_test < -100 , axis = -1) , axis = -1 ) , axis = -1)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "....... # of test patches: 80 /80\n",
      "... mean Tr = 0.001206\n",
      "... mean Tt = 0.001072\n",
      ".... Training set shape 275x200x200\n",
      ".... Test set shape     80x200x200\n",
      "....... Generic model filename: modelNATL60_SSH_275_200_200\n"
     ]
    }
   ],
   "source": [
    "# push all global parameters in a list\n",
    "def createGlobParams(params):\n",
    "    return dict(((k, eval(k)) for k in params))\n",
    "\n",
    "list_globParams=['domain','fileMod','fileObs','fileOI',\\\n",
    "'include_covariates','N_cov','lfile_cov','lid_cov','lname_cov',\\\n",
    "'flagTrOuputWOMissingData','flagTrWMissingData',\\\n",
    "'flagloadOIData','size_tw','Wsquare',\\\n",
    "'Nsquare','DimAE','flagAEType',\\\n",
    "'sigNoise','stdMask','dropout','wl2',\\\n",
    "'start_eval_index','end_eval_index',\\\n",
    "'start_train_index','end_train_index',\\\n",
    "'batch_size','NbEpoc','Niter',\\\n",
    "'dirSAVE','suf1','suf2','suf3','suf4']\n",
    "globParams = createGlobParams(list_globParams)   \n",
    "\n",
    "## 1) *** Read the data ***\n",
    "genFilename, x_train, y_train, mask_train, gt_train, meanTr, stdTr,\\\n",
    "x_test, y_test, mask_test, gt_test, lday_test, x_train_OI, x_test_OI = import_Data(globParams,type_obs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 4.2 Define the NN architecture"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(11, 11, 22, 40)\n",
      "(11, 11, 22, 40)\n",
      "__________________________________________________________________________________________________\n",
      "Layer (type)                    Output Shape         Param #     Connected to                     \n",
      "==================================================================================================\n",
      "input_1 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "lambda_1 (Lambda)               (None, 200, 200, 22) 0           input_1[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "average_pooling2d_1 (AveragePoo (None, 50, 50, 22)   0           lambda_1[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_1 (Conv2D)               (None, 50, 50, 40)   106480      average_pooling2d_1[0][0]        \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_2 (Conv2D)               (None, 50, 50, 40)   1600        conv2d_1[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_3 (Conv2D)               (None, 50, 50, 200)  8000        conv2d_2[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_5 (Conv2D)               (None, 50, 50, 40)   8000        conv2d_3[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_6 (Conv2D)               (None, 50, 50, 40)   8000        conv2d_3[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "multiply_1 (Multiply)           (None, 50, 50, 40)   0           conv2d_5[0][0]                   \n",
      "                                                                 conv2d_6[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_4 (Conv2D)               (None, 50, 50, 40)   8000        conv2d_3[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "add_1 (Add)                     (None, 50, 50, 40)   0           multiply_1[0][0]                 \n",
      "                                                                 conv2d_4[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "activation_1 (Activation)       (None, 50, 50, 40)   0           add_1[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "add_2 (Add)                     (None, 50, 50, 40)   0           conv2d_2[0][0]                   \n",
      "                                                                 activation_1[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_7 (Conv2D)               (None, 50, 50, 200)  8000        add_2[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_9 (Conv2D)               (None, 50, 50, 40)   8000        conv2d_7[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_10 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_7[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "multiply_2 (Multiply)           (None, 50, 50, 40)   0           conv2d_9[0][0]                   \n",
      "                                                                 conv2d_10[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_8 (Conv2D)               (None, 50, 50, 40)   8000        conv2d_7[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "add_3 (Add)                     (None, 50, 50, 40)   0           multiply_2[0][0]                 \n",
      "                                                                 conv2d_8[0][0]                   \n",
      "__________________________________________________________________________________________________\n",
      "activation_2 (Activation)       (None, 50, 50, 40)   0           add_3[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "add_4 (Add)                     (None, 50, 50, 40)   0           add_2[0][0]                      \n",
      "                                                                 activation_2[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_11 (Conv2D)              (None, 50, 50, 200)  8000        add_4[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_13 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_11[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_14 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_11[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_3 (Multiply)           (None, 50, 50, 40)   0           conv2d_13[0][0]                  \n",
      "                                                                 conv2d_14[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_12 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_11[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_5 (Add)                     (None, 50, 50, 40)   0           multiply_3[0][0]                 \n",
      "                                                                 conv2d_12[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_3 (Activation)       (None, 50, 50, 40)   0           add_5[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "add_6 (Add)                     (None, 50, 50, 40)   0           add_4[0][0]                      \n",
      "                                                                 activation_3[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_15 (Conv2D)              (None, 50, 50, 200)  8000        add_6[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_17 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_15[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_18 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_15[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_4 (Multiply)           (None, 50, 50, 40)   0           conv2d_17[0][0]                  \n",
      "                                                                 conv2d_18[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_16 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_15[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_7 (Add)                     (None, 50, 50, 40)   0           multiply_4[0][0]                 \n",
      "                                                                 conv2d_16[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_4 (Activation)       (None, 50, 50, 40)   0           add_7[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "add_8 (Add)                     (None, 50, 50, 40)   0           add_6[0][0]                      \n",
      "                                                                 activation_4[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_19 (Conv2D)              (None, 50, 50, 200)  8000        add_8[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_21 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_19[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_22 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_19[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_5 (Multiply)           (None, 50, 50, 40)   0           conv2d_21[0][0]                  \n",
      "                                                                 conv2d_22[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_20 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_19[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_9 (Add)                     (None, 50, 50, 40)   0           multiply_5[0][0]                 \n",
      "                                                                 conv2d_20[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_5 (Activation)       (None, 50, 50, 40)   0           add_9[0][0]                      \n",
      "__________________________________________________________________________________________________\n",
      "add_10 (Add)                    (None, 50, 50, 40)   0           add_8[0][0]                      \n",
      "                                                                 activation_5[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_23 (Conv2D)              (None, 50, 50, 200)  8000        add_10[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_25 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_23[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_26 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_23[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_6 (Multiply)           (None, 50, 50, 40)   0           conv2d_25[0][0]                  \n",
      "                                                                 conv2d_26[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_24 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_23[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_11 (Add)                    (None, 50, 50, 40)   0           multiply_6[0][0]                 \n",
      "                                                                 conv2d_24[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_6 (Activation)       (None, 50, 50, 40)   0           add_11[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "add_12 (Add)                    (None, 50, 50, 40)   0           add_10[0][0]                     \n",
      "                                                                 activation_6[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_27 (Conv2D)              (None, 50, 50, 200)  8000        add_12[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_29 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_27[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_30 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_27[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_7 (Multiply)           (None, 50, 50, 40)   0           conv2d_29[0][0]                  \n",
      "                                                                 conv2d_30[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_28 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_27[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_13 (Add)                    (None, 50, 50, 40)   0           multiply_7[0][0]                 \n",
      "                                                                 conv2d_28[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_7 (Activation)       (None, 50, 50, 40)   0           add_13[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "add_14 (Add)                    (None, 50, 50, 40)   0           add_12[0][0]                     \n",
      "                                                                 activation_7[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_31 (Conv2D)              (None, 50, 50, 200)  8000        add_14[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_33 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_31[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_34 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_31[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_8 (Multiply)           (None, 50, 50, 40)   0           conv2d_33[0][0]                  \n",
      "                                                                 conv2d_34[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_32 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_31[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_15 (Add)                    (None, 50, 50, 40)   0           multiply_8[0][0]                 \n",
      "                                                                 conv2d_32[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_8 (Activation)       (None, 50, 50, 40)   0           add_15[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "add_16 (Add)                    (None, 50, 50, 40)   0           add_14[0][0]                     \n",
      "                                                                 activation_8[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_35 (Conv2D)              (None, 50, 50, 200)  8000        add_16[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_37 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_35[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_38 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_35[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_9 (Multiply)           (None, 50, 50, 40)   0           conv2d_37[0][0]                  \n",
      "                                                                 conv2d_38[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_36 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_35[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_17 (Add)                    (None, 50, 50, 40)   0           multiply_9[0][0]                 \n",
      "                                                                 conv2d_36[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_9 (Activation)       (None, 50, 50, 40)   0           add_17[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "add_18 (Add)                    (None, 50, 50, 40)   0           add_16[0][0]                     \n",
      "                                                                 activation_9[0][0]               \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_39 (Conv2D)              (None, 50, 50, 200)  8000        add_18[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_41 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_39[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_42 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_39[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_10 (Multiply)          (None, 50, 50, 40)   0           conv2d_41[0][0]                  \n",
      "                                                                 conv2d_42[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_40 (Conv2D)              (None, 50, 50, 40)   8000        conv2d_39[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_19 (Add)                    (None, 50, 50, 40)   0           multiply_10[0][0]                \n",
      "                                                                 conv2d_40[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "activation_10 (Activation)      (None, 50, 50, 40)   0           add_19[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "add_20 (Add)                    (None, 50, 50, 40)   0           add_18[0][0]                     \n",
      "                                                                 activation_10[0][0]              \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_43 (Conv2D)              (None, 50, 50, 11)   440         add_20[0][0]                     \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_transpose_1 (Conv2DTrans (None, 200, 200, 11) 1936        conv2d_43[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_44 (Conv2D)              (None, 200, 200, 80) 7920        conv2d_transpose_1[0][0]         \n",
      "__________________________________________________________________________________________________\n",
      "conv2d_45 (Conv2D)              (None, 200, 200, 11) 7920        conv2d_44[0][0]                  \n",
      "==================================================================================================\n",
      "Total params: 446,296\n",
      "Trainable params: 446,296\n",
      "Non-trainable params: 0\n",
      "__________________________________________________________________________________________________\n",
      "_________________________________________________________________\n",
      "Layer (type)                 Output Shape              Param #   \n",
      "=================================================================\n",
      "input_3 (InputLayer)         (None, 200, 200, 22)      0         \n",
      "_________________________________________________________________\n",
      "lambda_2 (Lambda)            (None, 200, 200, 22)      0         \n",
      "=================================================================\n",
      "Total params: 0\n",
      "Trainable params: 0\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "__________________________________________________________________________________________________\n",
      "Layer (type)                    Output Shape         Param #     Connected to                     \n",
      "==================================================================================================\n",
      "input_4 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "input_5 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "model_1 (Model)                 (None, 200, 200, 11) 446296      input_4[0][0]                    \n",
      "                                                                 input_5[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "model_2 (Model)                 multiple             0           model_1[1][0]                    \n",
      "==================================================================================================\n",
      "Total params: 446,296\n",
      "Trainable params: 446,296\n",
      "Non-trainable params: 0\n",
      "__________________________________________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "genFilename, encoder, decoder, model_AE, DIMCAE = define_Models(globParams,genFilename,x_train,mask_train)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 4.3 Train DINAE with Fixed-Point solver    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "..... Start learning AE model 2 FP\n",
      "..... Update/initialize number of projections in DINCOnvAE model # 5\n",
      "__________________________________________________________________________________________________\n",
      "Layer (type)                    Output Shape         Param #     Connected to                     \n",
      "==================================================================================================\n",
      "input_6 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "lambda_40 (Lambda)              (None, 200, 200, 22) 0           input_6[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "input_7 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "model_3 (Model)                 (None, 200, 200, 11) 446296      lambda_40[0][0]                  \n",
      "                                                                 input_7[0][0]                    \n",
      "==================================================================================================\n",
      "Total params: 446,296\n",
      "Trainable params: 446,296\n",
      "Non-trainable params: 0\n",
      "__________________________________________________________________________________________________\n",
      "__________________________________________________________________________________________________\n",
      "Layer (type)                    Output Shape         Param #     Connected to                     \n",
      "==================================================================================================\n",
      "input_6 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "input_7 (InputLayer)            (None, 200, 200, 22) 0                                            \n",
      "__________________________________________________________________________________________________\n",
      "lambda_40 (Lambda)              (None, 200, 200, 22) 0           input_6[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lambda_54 (Lambda)              (None, 200, 200, 22) 0           input_7[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "model_3 (Model)                 (None, 200, 200, 11) 446296      lambda_40[0][0]                  \n",
      "                                                                 input_7[0][0]                    \n",
      "                                                                 input_6[0][0]                    \n",
      "                                                                 lambda_54[0][0]                  \n",
      "                                                                 input_6[0][0]                    \n",
      "                                                                 lambda_58[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_46 (Lambda)              (None, 200, 200, 11) 0           input_6[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lambda_55 (Lambda)              (None, 200, 200, 11) 0           input_6[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lambda_58 (Lambda)              (None, 200, 200, 22) 0           input_7[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "subtract_1 (Subtract)           (None, 200, 200, 11) 0           model_3[6][0]                    \n",
      "                                                                 lambda_46[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_47 (Lambda)              (None, 200, 200, 11) 0           input_7[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "subtract_2 (Subtract)           (None, 200, 200, 11) 0           lambda_55[0][0]                  \n",
      "                                                                 model_3[7][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lambda_56 (Lambda)              (None, 200, 200, 11) 0           input_7[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "lambda_59 (Lambda)              (None, 200, 200, 11) 0           input_6[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "multiply_31 (Multiply)          (None, 200, 200, 11) 0           subtract_1[0][0]                 \n",
      "                                                                 lambda_47[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "multiply_33 (Multiply)          (None, 200, 200, 11) 0           subtract_2[0][0]                 \n",
      "                                                                 lambda_56[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "subtract_3 (Subtract)           (None, 200, 200, 11) 0           model_3[8][0]                    \n",
      "                                                                 lambda_59[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_60 (Lambda)              (None, 200, 200, 11) 0           input_7[0][0]                    \n",
      "__________________________________________________________________________________________________\n",
      "multiply_32 (Multiply)          (None, 200, 200, 11) 0           multiply_31[0][0]                \n",
      "                                                                 multiply_31[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "multiply_34 (Multiply)          (None, 200, 200, 11) 0           multiply_33[0][0]                \n",
      "                                                                 multiply_33[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "multiply_35 (Multiply)          (None, 200, 200, 11) 0           subtract_3[0][0]                 \n",
      "                                                                 lambda_60[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "reshape_1 (Reshape)             (None, Dimension(200 0           multiply_32[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "reshape_3 (Reshape)             (None, Dimension(200 0           multiply_34[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "multiply_36 (Multiply)          (None, 200, 200, 11) 0           multiply_35[0][0]                \n",
      "                                                                 multiply_35[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "global_average_pooling3d_1 (Glo (None, 1)            0           reshape_1[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "global_average_pooling3d_2 (Glo (None, 1)            0           reshape_3[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "reshape_5 (Reshape)             (None, Dimension(200 0           multiply_36[0][0]                \n",
      "__________________________________________________________________________________________________\n",
      "reshape_2 (Reshape)             (None, 1)            0           global_average_pooling3d_1[0][0] \n",
      "__________________________________________________________________________________________________\n",
      "reshape_4 (Reshape)             (None, 1)            0           global_average_pooling3d_2[0][0] \n",
      "__________________________________________________________________________________________________\n",
      "global_average_pooling3d_3 (Glo (None, 1)            0           reshape_5[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_48 (Lambda)              (None, 1)            0           reshape_2[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_57 (Lambda)              (None, 1)            0           reshape_4[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "reshape_6 (Reshape)             (None, 1)            0           global_average_pooling3d_3[0][0] \n",
      "__________________________________________________________________________________________________\n",
      "add_46 (Add)                    (None, 1)            0           lambda_48[0][0]                  \n",
      "                                                                 lambda_57[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "lambda_61 (Lambda)              (None, 1)            0           reshape_6[0][0]                  \n",
      "__________________________________________________________________________________________________\n",
      "add_47 (Add)                    (None, 1)            0           add_46[0][0]                     \n",
      "                                                                 lambda_61[0][0]                  \n",
      "==================================================================================================\n",
      "Total params: 446,296\n",
      "Trainable params: 446,296\n",
      "Non-trainable params: 0\n",
      "__________________________________________________________________________________________________\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(11, 11, 22, 40)\n",
      "Train on 247 samples, validate on 28 samples\n",
      "Epoch 1/20\n",
      "247/247 [==============================] - 42s 169ms/step - loss: 3.0199 - val_loss: 3.6131\n",
      "Epoch 2/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.8900 - val_loss: 3.6457\n",
      "Epoch 3/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.7585 - val_loss: 3.5236\n",
      "Epoch 4/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.6182 - val_loss: 3.5152\n",
      "Epoch 5/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.5665 - val_loss: 3.3394\n",
      "Epoch 6/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.4689 - val_loss: 3.3126\n",
      "Epoch 7/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.3455 - val_loss: 3.2218\n",
      "Epoch 8/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.3048 - val_loss: 3.1817\n",
      "Epoch 9/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.2528 - val_loss: 3.2213\n",
      "Epoch 10/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.2258 - val_loss: 3.1962\n",
      "Epoch 11/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.1573 - val_loss: 3.3128\n",
      "Epoch 12/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0690 - val_loss: 3.1867\n",
      "Epoch 13/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0214 - val_loss: 3.1218\n",
      "Epoch 14/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0552 - val_loss: 3.2309\n",
      "Epoch 15/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0239 - val_loss: 3.2947\n",
      "Epoch 16/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 1.9761 - val_loss: 3.2371\n",
      "Epoch 17/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 1.9718 - val_loss: 3.3379\n",
      "Epoch 18/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0098 - val_loss: 3.1788\n",
      "Epoch 19/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 1.9809 - val_loss: 3.4075\n",
      "Epoch 20/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.0276 - val_loss: 3.2942\n",
      ".................. Encoder .modelNATL60_SSH_275_200_200_dW000WFilter011_NFilter040_RU010_LR004woSR_Alpha100_AETRwoMissingData02D40N03W04_Nproj05_Encoder_iter000.mod\n",
      ".................. Decoder .modelNATL60_SSH_275_200_200_dW000WFilter011_NFilter040_RU010_LR004woSR_Alpha100_AETRwoMissingData02D40N03W04_Nproj05_Decoder_iter000.mod\n",
      "Train on 247 samples, validate on 28 samples\n",
      "Epoch 1/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.0761 - val_loss: 3.1357\n",
      "Epoch 2/20\n",
      "247/247 [==============================] - 35s 141ms/step - loss: 2.1752 - val_loss: 3.2230\n",
      "Epoch 3/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.2252 - val_loss: 3.2623\n",
      "Epoch 4/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.2647 - val_loss: 3.2967\n",
      "Epoch 5/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.4314 - val_loss: 3.4836\n",
      "Epoch 6/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.5705 - val_loss: 3.5409\n",
      "Epoch 7/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.8979 - val_loss: 3.5249\n",
      "Epoch 8/20\n",
      "247/247 [==============================] - 34s 140ms/step - loss: 2.6876 - val_loss: 3.4434\n",
      "Epoch 9/20\n",
      "247/247 [==============================] - 34s 140ms/step - loss: 2.5817 - val_loss: 3.2128\n",
      "Epoch 10/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.4894 - val_loss: 3.4361\n",
      "Epoch 11/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.5559 - val_loss: 3.3286\n",
      "Epoch 12/20\n",
      "247/247 [==============================] - 34s 140ms/step - loss: 2.4911 - val_loss: 3.2237\n",
      "Epoch 13/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.4570 - val_loss: 3.4954\n",
      "Epoch 14/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.6496 - val_loss: 3.3863\n",
      "Epoch 15/20\n",
      "247/247 [==============================] - 35s 140ms/step - loss: 2.7803 - val_loss: 3.4804\n",
      "Epoch 16/20\n",
      " 28/247 [==>...........................] - ETA: 29s - loss: 2.6473"
     ]
    }
   ],
   "source": [
    "FP_solver(globParams,genFilename,x_train,mask_train,gt_train,meanTr,stdTr,\\\n",
    "          x_test,mask_test,gt_test,lday_test,x_train_OI,x_test_OI,encoder,decoder,model_AE,DIMCAE)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 5 - POSTPROCESSING"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 5.1 Plot figures    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2880x1800 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "from utils.plot_maps import *\n",
    "from utils.fourier_spectra import *\n",
    "from utils.export_NetCDF import *\n",
    "\n",
    "# get lon, lat and extent \n",
    "lon = xr.open_dataset(\"ref.nc\").lon.values[:200]\n",
    "lat = xr.open_dataset(\"ref.nc\").lat.values[:200]\n",
    "indN_Tt = np.concatenate([np.arange(60,80),np.arange(140,160),\\\n",
    "                             np.arange(220,240),np.arange(300,320)])  # index of evaluation period\n",
    "indN_Tr = np.delete(range(365),indN_Tt)                               # index of training period\n",
    "#indN_Tt = np.arange(start_eval_index,end_eval_index)   # index of evaluation period\n",
    "#indN_Tr = np.arange(start_train_index,end_train_index) # index of training period\n",
    "time = xr.open_dataset(\"ref.nc\").time.values[indN_Tt]\n",
    "extent = [np.min(lon),np.max(lon),np.min(lat),np.max(lat)]\n",
    "\n",
    "# read the reference NetCDF file\n",
    "GT = xr.open_dataset(\"ref.nc\").ssh.values[indN_Tt]\n",
    "# read the oi NetCDF file\n",
    "itrp_OI = xr.open_dataset(\"oi.nc\").ssh_mod.values[indN_Tt]\n",
    "# export the itrp pickle file as NetCDF\n",
    "ifile='saved_path_'+str(Niter-3).zfill(3)+'_FP_GENN_wmissing.pickle'\n",
    "ofile='FP_GENN.nc'\n",
    "export_NetCDF(ifile,ofile,lon,lat,time)\n",
    "# read the itrp NetCDF file\n",
    "itrp_FP_GENN = xr.open_dataset(\"FP_GENN.nc\").FP_GENN.values\n",
    "\n",
    "i = 50 # index of the evaluation day to plot\n",
    "gt           = GT[i,:200,:200]\n",
    "Grad_gt      = Gradient(gt,2)\n",
    "OI          = itrp_OI[i,:200,:200]\n",
    "Grad_OI      = Gradient(OI,2)\n",
    "FP_GENN      = itrp_FP_GENN[i,:200,:200]\n",
    "Grad_FP_GENN = Gradient(FP_GENN,2)\n",
    "\n",
    "fig, ax = plt.subplots(1,3,figsize=(40,25),squeeze=False,\n",
    "                        subplot_kw=dict(projection=ccrs.PlateCarree(central_longitude=0.0)))\n",
    "\n",
    "vmin = np.nanmin(Grad_gt) ; vmax = np.nanmax(Grad_gt)\n",
    "cmap=\"viridis\"\n",
    "plot(ax,0,0,lon,lat,Grad_gt, r\"$\\nabla_{GT}$\",\\\n",
    "             extent=extent,cmap=cmap,vmin=vmin,vmax=vmax)\n",
    "plot(ax,0,1,lon,lat,Grad_OI, r\"$\\nabla_{OI}$\",\\\n",
    "             extent=extent,cmap=cmap,vmin=vmin,vmax=vmax)\n",
    "plot(ax,0,2,lon,lat,Grad_FP_GENN, r\"$\\nabla_{FP-GENN}$\",\\\n",
    "             extent=extent,cmap=cmap,vmin=vmin,vmax=vmax)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 5.2 Compute RMSE and spectrum   "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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/PAsSV9hFT0n5aXw8vM8JsQgheGbCnby7fgGHC4+dOZ5XcISvE3/hgVHXWn19T3cPBoVFsyFzp011G46Tm/u+IwcIa9vpvPIXgJq533+/ir0vW6ZSKQ8cUDXoJ02CPfWvxxiFNneN4STl7aNv56blFV/Sazg7cvdy8KTtSxgV1kiDrEn3wDBmxI7njZWfnDn2r7XzuSZuIp0COjTpHiMi+7M2Y3uLtZoKJzf3XXlpxDSW3y6EqlXz++/wn/9A27bK7GNj4b33TDWL1+auMZQqWaU2jTRxR2ArT2+mRI/i252/2lxTcY00yNrcOWw6yXnprMvYTnJeOr9n7eK2IVPrHNsQoyLjWJ+Z6Fr57k5u7smH0omxMrSGuzvce6+asd98M5w+rerRX3cdnDxpX6FWos1dYyiZx3Jp2yqgWUWaru4/nu93rqK8ssKmmgrLSvDzrNugWnl68+cJt/PXX/7H6ys/5t6RV9c5y2+Mru064+vpw578/S2Vaw6kVAYHqr6LE7KrGZMMgoJU2uRnn4G/vypzMHCg2iRlMNrcNYaiKkE2Ld5eTY/ALnRp14nf0mzbNLmogZk7wMjIOGI6d6OgtIhpfcc2+z4jI+NY5yqhmZqzdgd2zLIVpyvKyDx2kJ7Vi6lN5frrVenhAQNUe8CRI1VDEgPDNNrcNYaSlJfW9NlSDWb2n8BX28/PYGkWll/EorIS/Lx8Gxz64qX38O7MPzdYLqExRrlS3N3JQzJ78w8Q3i4YH0+v5l8kKkpVorz/figrU2Gb2247WwrZwWhz19iXTZvgn/+ETz9VRZs2b1ZV+SyoTJnmF2maEDWUPfn7W9bIo7JSlYht0wYWLLDUlWnYpHy9fOjo37759wTiu/Rh96FM16jv7uTmnnwojZgWvA/P4O2tUibnzVObuT7+WHWh2uf4Ms/a3DX24eBBuPFGVZhp9my16DRlCgwZAl26wNy5lJeXse/IAXp3tHIRqw68PDyZ1ndM89MijxxRul54AU6dgt9+s8zc7b/L0sfTi7jQXmzKcoGUSCc391156Y1nyjSFG25QE5sePVSp4dhYePVVh+5u1eausS1lZfDmm9Crl1pk8vaGW29Vb/ZLL1XbuAsK4O67Sbv6MkJatak7r7guqqrUrsDy8nNimTP7T2BR8mpKy8uapnXTJrX4taxGb5nCQoeZO7hQaMbJzV1lyti4zG+/fmph9frr1e7dp55S77f16217n3rwsGaQEGIS8E/AHfhASvlqrdf/AYyzPPUFOkop29pSqMbknDwJc+eqEEyOpX/6tGmqGUK3Gr80UqqMggcfJDk3jeg1xbDlLtW9vnt3tbU7L0/1wUxKgpQUNbs+cUJ9VZu6m5syktatCevdm5hxYSx/52Wu6D1SNUkOClKNGrzqiKFu3Kh6bH79NVRUqE8XV1+t6omcOkVhWQkB3g3H3G3FyMg4Ptz8I1JKq3fomhInritTUn6a/ccP0TPo/NaILaZNGzXJueUWFYNPSlKLrffeC3Pm2HXxuVFzF0K4A3OAiUA2sFkIsVBKeaZMmpTykRrjHwQG2EGrxoxkZ8NbbyljP3VKHYuJUbP3yZPPHy8EXHstjB9PypsPEbNuC6x93/r7tWqlZu4VFWqhqrgY8vKYmR/Ch2NzueLhl84d37GjWuiKilJNGZYsURtQQP2BePhheP11VRUQoLCQ4rJSOjdxU1JzCW8XjLe7J3uP7G9+poYZcOK6MrsPZ9K9QyheHp72u8kllyhjf/ll9X7z9rZ7VpE1M/chwD4pZTqAEGI+MA2orwbmLOB528jTmJbdu9WbdN68s3HEcePU7HfSJGWcDREYSHLfSCaPmwGpOZCWpr4yM5Uh9+2rvmJioHNntROwbVvwsLxlKypUXvWRI5CczEW7dvFK+RZSp06kV3qu6p155Ij6fvgwrFt39t7t28Mf/gD33QddLbM1f3/1vbCQwrJih4VlhBCMjIxjbfp25zZ3Jw7LJOfZaDG1MVq1gv/7PxWm6dLF7rezxtxDgQM1nmcDQ+saKIQIByIB228b1JiDvDyV6vXddypE4uamZuKPPw6DBll9mfLKCrWYes2zcGkzDMHDQ335+UF4OB6TJ3PV+m+YF3eIv0y+T42pqlIhor171VdamloLmDULfGuFXaqbOJ86RXFZqcPMHdRu1Y83/8jtQ6c57J42x4nNPSkvnSFd+zjuhjExDrmNVTH3JnAdsEBKWWctViHEXcBdAF272iG+pbEv+fkwfrwqnuTtrXJ4H3tMxcqbSNrRbEJaB1m/mGoFNwyazIyPHmPT/iSGdu2r/vB06aK+Lr644ZNrztytSIW0JYO6RPP4j/+kvLICT3db/0o6CCc29115adzejBISZseabJkcoOZniDDLsbq4DviivgtJKedKKeOllPFBQdbV7tY0g8JC1R+ytOG2cNVkHjvYeH3xo0dV78nkZJXxkpYG77zTLGMHS8/Uzs1PgayLAG9fnplwJy8undtoS7zzqDb3U6es2sRkS/y8WhHSOpC0o9kOu6fNcVJzP3W6mMOFx4jsEGq0FJtjjblvBqKEEJFCCC+UgS+sPUgI0RtoB2ywrURNk1ixQsWqL79c5W830lDgSNEJ7vn6rzz03eu8vfbLuuu0HD+uKuHt2KHqWa9YobrUtICUvAzbp54Bo7sPZEBoL/69dn7TTqwOy1hSIf0bKD9gD2I6dyM5L92h97QpTpotk3wonV4dI1q009isNGruUsoK4AFgKZACfCWl3CWEeEkIUfOzzHXAfClNVPPyQqKgQFWlmzBBdZARAlauhCuuqNfgT1eUMfv7N7my31i+ufUNkvPSuW3+Cxw4kacGlJbC99+ra27bpjZkrFihUg1byK6mVOBrIk+Mu4XlqZsabIt3Hr6+6v+spISi0yU2DRdZQ0znbuw65MTm7qTZMrtyW7ZD2sxYtYlJSrlYStlTStldSvmy5dhzUsqFNca8IKV80l5CNfVw/LhKRezbV9WT9vRUK/I7d0JwcL0GL6XkhaXvEdI6iLuHz6CDX1venv44kzv05Kb/PUHC3TeoXPHp01VBpMhI1XIsJKTFkssrK0hr4c7UhmjTyp8nx9/GC0vfs35jkxBnQjNFZSX4OzAsA9C3c3fXmLk7mbmrzUvNr21kZvQOVWdl61bV2zE0FB55RHWFiY9Xx59+WsXFV648a/BTpsDChaosAPDBpu/JOnyAl0o6Ix5+GIYPx61NW26YfAtPfbyKf3gfRhYWqgyY115TuzltlL5lj8XU2kzoOYSowC7M37bU+pP8/akUgtOVZbTydGzZ2p5B4aQfzaaswjmaL5+Hk5r7rrw0+rjozN1Jl+YvYPbvhz/9CebXiClPnKhytq+4QjURqKZXL2Xs48bB6tVUrlnD5h4d+WlkNL+Ht2Pe35fgc6rWwmNoKBPD+vFul0A2rf+ZYcMvtfk/wR6LqXVxeZ/RzN+2lFuHXGHdCf7+FHt74Ovu5fDdoq08venarjN78vfTN9gJZ5JOaO7Higs4dbqYru06Gy3FLmhzdxaKi9WmoddfV/FNHx8VY7/vPrX7sj569aJ83Rre/vQ1fnI7TuDxQqYkpDN7wQY6VLqp1MbRo9WW6P79ITAQN+D2Xat5P2mVXczdXouptRkQ2ounF8+hoqrSugWzgACKvD3wc29B2dcWENOpG8mH0rS5O4hkS1s9N+GaAQxt7mamogJ++03VQPnmG7XjEuCaa5TJh1u3ozHJq4KVoX68f+XzRLYLVuVHT55UZl5X7RVgcvRI3lm/gG05qQwI7WWrfxGgFlMnR4+w6TXrom2rADoHdCD1cKZ1NeP9/Sn08cRPGPNr0adzd3blpRly7xbjhNkySXnpjtmZahCu+SfL2SkpgT//WS1eTpigFkqPHFEV5Vavhi+/tNrYAbKO5dIvuIfK5XVzU0W6Bg+u19gBPNzcuW3IVD7Y+J0t/kVnsPdiam0GhvW2PmsmIIBib0/8DPq16NO5G8nOmjHjhNkyqpeAE35KshJt7mZj3TqIi4NXXlE7QqOilNFv367Kh150UZMvmXU8l/B2wU0+b1qfMezJ30/KoYwmn1sfjlhMrcnAsN5szbHS3P39KfTxwE8a82sRFdiV/cfzKCk/bcj9W4SThWWklCQfakbPVCdCm3s15eWQmqrS/RIT4dAh1aHHURQXw6OPKvPes0fVn1i7Vml6+WUVQmnmIt/+47nNWjTy8vDk5vjLbDp7d9RiajUDQ3uzLXs3Vm2/8PdXM3cH/thr4uXhSbcOYaQezjRGQEtwMnM/XHiMyqoqh1X/NIILK+aen68K5R84oMz70CHIzVVmmp6uYtw1cXNTG3a6dlVf4eEqpDFyJERH26ZkZ2kpvP++mqnn5qpslz/9CZ57zmZd5LOO5zVr5g4wI3Y8//t9IRlHc2yyRTspd59DZ0udWwfSytOHjGMH6daY/oAACr098aswbh9eH8tmpjgbr3PYHScz9yRLSMapa+g3gmube3m5qrGybJlamEyur0oxyqjDw1Uu9/HjyviPHFGGm5ur8rxr0qEDjBql0gwnT1bhk+o3yq5d8N//qt2dnTur2fhFF6mmEKAWMwsKVAjmlVfO5J4zYICqix4fb7P/gipZxYETzTd3Xy8fpvYZzcJdq3l49KwW60k8uJcZseNbfJ2moOLuKY2bu78/RT4e+JVXOUZYHcR07saWAymG3b/ZOJm5J+elu2x+ezWuae4HDyqTnDtXGXM1rVopg+3VS83IO3VS5tu9uzLn2iv95eXq/P371Zb+rCwVslmzRh3/4Qf1NXu2usbEiSo2vnHj2WtkZKiO6K+/Xr/e/v1VD89p02xewP/QqWME+Pi1KMZ9WcwoHvr2DR686NoWpY2dOl1MzsnDDq9bPjCsN1uyU7i6/4SGB/r7U+Ttif/pOurrOIg+nbrz6eafDLt/s3GibJnC08X8lLyWVy9/0GgpdsX5zP2999TMWIizX+XlajZ88iQcO6Zm2dUhluho1b9z7NhGM0TOw9PzbEhm1Kizx6VUpr16tfpUsHTp2WYToIpQXX+9agp94oSKna9Zo+qzeHur1lutW6s/Lvfco0y9seYWzaS5i6k16RkUjp93K7bnpDIwLLrZ19mZu5eYTt0cXtZ2UFi0desGAQEU+XjQ5rRxu0S7dQjlYMERh/ZxtQlOlC3z5qpPGRHZ3/lCX03E+cz9hx9Uq7SGcHeHGTNUU4mxY23fzkoI1Re0WzfV/LmyUrVuW7kSwsLUvf38zo6fMsW2928CWcdyCbfBDrwp0aNYlLy2ReaemLOH/iE9W6ylqYS3C6a0opzcgiMEtw6sf6Bl5h5aYly2iqe7Bz2DupJyKIP4Lo5p6mATnCQssyZ9G5uyklhwawOfpF0E5zP3u++GSy9VXXakVF8eHmfbsLVtqxY9g1s2W20S7u4wfLj6Mhn7T7R85g4wufcIZs37M0+Nv63ZM+/E3L1cF3dJi7U0FSEEA0J7sTV7N5fFjKp/YEAARd6e+BU1sRa8jVGbmdK1uduYgtJCXlr2Pi9Pud+5PhU1E+cz92lO3IrMALKO5TG4S8tbiIW0CaJbh1DWZmxnXI+mL/hWySqScvcRO+WBFmtpDtX57g2ae3Wee6HR5t6N1WlbDdXQZJzA3F/99SMujhrs2JZ6BqLz3F0cW8Tcq5kSPYrFyWubdW7akRzatWpNe9/WNtHSVAaFRTe+U7U6z/1Uww1O7M2IiP5syNrJ0aKTDY6TUpKcl86ctV+RV3DEQerqweTmvmpfAjsP7uPhi1qe8eUsON/MXWM15ZUV5J06SljbljfXALik5zDe+u0zCk8X4+/dtHrniQdTDYm3V9MzKJzDp45yvLiAdvX9ganOcy9o2FTtTQe/NlzSayhfbV/GvSNnnvf6wZP5LNjxC8tSVVaWn1crfL18uM3IPqAmzpaRUjJn3Vc8Pu5mhzdhMRI9c3dhck4epqN/O5tlp7Rp5U98lxhW7P29yecmHtxLbEgD1SvtjLubG/1DerKlodm7peSv34lCxwmrh5sGXcaX25ef12ykvLKCB759jcLTJbxxxWx+vOMt7hlxNRuzdhqkFLXuVZ0tY6ONd7ZkfeYOqqTkom4DjJbiUKwydyHEJCFEqhCaPADVAAAgAElEQVRinxCizm5LQohrhBDJQohdQojPbStT0xwybRiSqWZK9CgWp6xr8nmJB/cQF2rczB3gom4DWLlvc/0DAgIo9PHE/7ixM3eAyA6hxIZE8WPy6nOOf5LwE8GtA3lq/G1Ed4pECEF8lxgSD+6xvuuUrSkvVwbv6XluPwGT8PHmH7l18BUuvRu1Lho1dyGEOzAHmAzEALOEEDG1xkQBTwEjpZR9gNl20KppIvuP5xHe3rbmPqb7IJIPpbP/eJ7V5xwvLuBo0Qm6d7BNJ6fmMr7nEFanb627CTic2aHqe8x4cwe4Jf5yPklYRJVUO2azTxzmk4RFPDX+9nOMKsDbl15B4WzNMWhnq4nj7SmHMsg8fpBJve1fYtpsWDNzHwLsk1KmSynLgPlA7ZSVPwBzpJTHAaSUh20rU9McbLmYWo2Ppxd3Dr2S/1v+gXXFuIAduXvpG9wDdztt1LKWjv7t6dY+lE31hDDK3d2ocHPDp7gUygyaBddgYFhvArx8+S1tK1JKXlnxP26Ov5ywth3PGzssvB8bMw0KzZjY3D/a/CM3DJzs8I1zZsCa37ZQ4ECN59mWYzXpCfQUQqwTQmwUQkyylUBN81EbmGyf73/DoCmcKC1kUfIaq8bvOLiX2GDj4u01Gd9zKL/Us2ZQXH4a37JKBMCpUw7VVRdCCG4erGbvy/dsIrfgCDfHX1bn2GERscbF3U1q7jknD7Mhc4fDaxmZBVtNpTyAKGAsMAt4XwjRtvYgIcRdQogEIURCfn6+jW6tqY+sZpb6bQwPN3eev+QP/OO3zzheXNDo+O0miLdXMyFqCKv2JVBRdX5d36KyEvyri4YVGr+oCjCh51DyCo7wl+Xv88zEO+udgfbt3J2DBfkcLTrhYIWYtvTAvC2Lmd5vXJMzu1wFa8w9B6gZLA2zHKtJNrBQSlkupcwA9qDM/hyklHOllPFSyvigoKDmatZYQXFZKSdLT9E5oIHt9i2gT+fuTI4eyd9WzWtwXEVVJcl56fQL7mEXHU0lpE0QIa2D2HLg/AqhRWUl+FVaQk0mmLmD+kN674iZTO87joFhvesd5+nuQXyXGDbtT3KgOgsmTIM8UXKKRclruGHQZKOlGIY15r4ZiBJCRAohvIDrgIW1xnyPmrUjhAhEhWmctF+Ya7D/RB5hbTrZNc59/8hr2JKd3GA4YG/+fjq3DqS1j7/ddDSV8T2H8sue80MzhWUlZxt1mGTmDjC17xgeHXtjo+OGhfdjgxFxdxOGZZakrGNU5AA6+rc3WophNPqbL6WsAB4AlgIpwFdSyl1CiJeEENW7JpYCR4UQycBK4HEp5VF7iXYUv+zZxCXv3cd9C15hztqvWJW2hcLTxUbLsgp7ZMrUxtfLh6fG386LS+eSW8cOyYLSIv6y7H2mRI+0q46mMqHnEFbs/Z3KqnPrtheXlZxtsWcic7eWYeH92Ji10+qFbpthQnPfmLWT0d0HGi3DUKya1kkpF0spe0opu0spX7Yce05KudDyWEopH5VSxkgp+0kp59tTtCPIOp7L/y3/gBcuvZuZcRORSD7e/COzv/+b0dKswh6ZMnUxuvtAZg2cxM2fP3dOr9XC08Xc980r9A/tyZ1Dr7S7jqYQ3i6YDn5tSDyYes7xwtMl+AlLnrZJwjJNIbxdMO7CjYxjBx17Y5OZe3llBVuyUxjata/RUgxF71Ctg9MVZTz+4z+5Z8TVjIjoz7ge8Tww6lrev+ZZcgvy2Zpt/k459sqUqYub4y/jTxffwr0L/srqtK0UlZVw/zevEt0xkifG3WLKzSPjo84PzRSVl+AnLAuWTjhzF0IwLKIfG7J2OPbGJjP3XXlphLTpaFgdI7Ogzb0O3lj5CeFtO3NtrfK0Hm7u3DH0St7b8K1ByqxHzdxtnylTHxN6DuVf05/gxWVzuXHeM3QP7MJTE24zpbEDTOw5lF/2bjqzQQig6HQJ/u6WZi5OaO5gUL67ybJlNmbtZHh4P6NlGI4291osSVnHxqydPHfpXXUa0xV9RpN1LJcduXsNUGc9jgrL1CQ2JIqPZr3A9NiLeWbiHS1qyWdvugeG4efly7bss6GZorISfD0stVGcMCwDMLRrX7Zmp9S/C7cJVFZV8e8181mfmdjwwFrZMmWWxihJuWlkHK2dWGd/NmbtZGj4hR2SAV0V8hyOFp3ktV8/4p2r/0xAPbmxnu4e3DZkKnM3fMvbV/3JwQqtI7/wOADtfds4/N5d2naud6ON2bg2biLzti5mUBfVXaqorIRAT8vs00ln7u18WxPePoStObtbFHMuKT/Nk4v+Rc7JfJbv2cS3t72Jh1s9dWMs5l7cypup79zL8ZIC2vu2oYNfG/IKjvDCpXczthk9AJpDUVkJqYezGBja/I5hroJ5p1YG8EPSKsZ0H0R0p8gGx13Zbyy7D2ees4BoJpIPpZ8pKqWpn6l9xrAtezcHTqg6OUVlJfj6WP6oO+nMHWBs90H8tm9Ls88/WnSSO798iQBvP7646a8E+bfjx12r6z/BYu6pAe4E+bdj8yOfsvye/zD/pleYM+NJXlg612HNRxIOJNM3uDs+nk3oleyiaHO3UCWr+Hbnr8zo3/hWZW8PL24bfAVzN5oz9p5yKIOYTt2MlmF6fL18uCr2YuZtUT15i8pK8a82dyeduQOM7TGIlfsSmpUSmX3iEDd//iwjIvrzl8n34unuwYOjruW99d9QVlFP4/Bqc/eF6E4R54Tj+nTuzr+uepznfn6XdRnbm/XvaQobs3YyLDzW7vdxBpzS3O2Rx/v7/l34evrQr7N1Oymvih3PjoN72Zu/3+ZaWsquvHRiGvn0oVFcN+BSFqespaC0kKLTJfi1ClAvOLG5RwV2BWDvkaa/N1/99SOm9xvH/aOuOfPJLy60F1FBXfl6xy91n1Rt7t6V9AqKOO/l2OAo3rryjzy9eA4bMu2bybMxcyfDdLwdcEJz35t/gAe+fc3m1/0mcQUzYsdbHcpo5enNrAGX8sW2n22upaWkHMogprOeuVtDR//2jOk2iAWJKygsK8bPz2LuThyWEUIwrkc8K/clNOm8lEMZ7D6cyU11rJk8MOpa/rvxe4rL6ugva8mWSfUoo1fH8DqvHRfai79Pe5SnfnrbbuHMQ6eOcbT4JL076okNOKG5d+sQStbxXLbnpDY+2EqOFp1gQ9ZOpjTUPLkOrugzml/2/M7pCuPLw1aTX3icsspyQlrr2j3WcmP8FL7YtpSTJYX4+VsWoZ145g4wpkfT4+7vbfiW2wZfgbfH+fHqXh3DGdy1D59vXXL+iaWlVLgJ0sRpooK61nv9gWHRPHvJnTz43evknLR9VfBNWTsZ0rWP4aWlzYLT/S+4u7lx06DL+GjzIptd84ek3xgfNbjeDJn66BTQgd4dI/jNRJ3q9WJq0+ndMYKI9sGkH8vBr3U7ddCJZ+4AA0N7k33yMIdOHbNq/J78LHbm7uWqBsrj3jviaj7dspiC0lp/+EpLyQwKoKPwxs+r4eJh46OGcMeQadz3zaucLLHtH9CN+3cyTOe3n8HpzB1UIaXtOalk2mCbdfVC6tX9JzTr/Cv6jG44k8DB6MXU5nFz/OUAZ83dyWfunu4ejIyM47c060Iz72/8jpvjL6OVZ/09UCPahzC4Swy/7q11zdJSUkPa0dvLutTbWQMnMbb7IB76/g2bfeqVUrIpK0mbew2c0txbeXpzTdxEPt2yuMXXql5I7du5e7POHx81hG05uzlaZI7WbHoxtXmMjOzP3cNn0KadJZzl5OYOWOLujYdm0o/mkHAghZn9JzY6dmRk3PmbmkpLSQ1pS28f6yswPjx6Fh392/GP32zTbnnvkf14e3gR1raTTa7nCjiluQNcG3cJy1I3tNhUv0lcwdX9rV9IrY2vlw9jug/i59T1LdJhK/RiavNwE27cN3Im7m0ss08nD8sAjIiIZXtOaqOVTN/f+B03DJyEr1fj5QNGRMSyaX/SuRU1S0vZHdqWXn7Wr/O4CTeevPg2FqestUn8/afktUzsObTF13ElnNbcO/i14ZJew/ly+7JmX6O4rJS1GduZHN20hdTaXB5zEYt2Wddyzp7oxVQb4OenvhcWgqNL59oYf29f4kJ7sb6B9MOs47lsyEzkugGXWnXNTgEdaO/b5pyMF1lSQmpIO3q1blotow5+bbgmbmKLazWVV1awKHkNV/Yd26LruBpOa+4ANw2awlfbl1NSfrpZ52/JTiGmU2STF1JrM6RrX/KLjrPvyIHGB9sRvZhqAzw8VI0UKc8WxHJixlk2NNXHl9uWcVXsxU1qRTeiVuXJw5ThViUJDGh6Y4yb4y9nddqWFq2frctMJLRNEJEdard2vrBxanOPaB9CXGgvfkha1azzN2btYFhEy3ezubu5cVn0KKsbRtsLvZhqI/wtXaNcIDQzpvsg1mZsq3MCVFJ+mkXJa5rcQHpERP9z4u67W0Gvg8cRzWiz19rHjxsHTeE/675u8rnV/JC0iml61n4eTm3uoGqJf7Z1yTmlW61low1X1y+PGc1PyWvP6+7jSJIPZejFVFtQbe4usKjaKaADg7v0YUHi+btLl+7eQGxIFKFtOjbpmgPDotl9KPNMLD/V343eOSeaXfL3+oGT2ZKdQurhrCafe6y4gM37d3Fpr+HNurcrY5W5CyEmCSFShRD7hBBP1vH6rUKIfCHEdsvXnbaXWjcDQnvh6+nD+oxGypLWIr/wOIcLj9lsphsV1IUOfm34ebdxC6vJeel6MdUWBDj/LtWa3D18Bh9t/vG82fvXicuZ2YwU4Fae3sSGRLHZ0mQ8tY0nvQ4eb7a5+3r5cPuQqcxZ91WTz12cspYx3Qc1Kax0odCouQsh3IE5wGQgBpglhIipY+iXUso4y9cHNtbZkD6uHziJL7YtbdJ5G7N2MriLbXezPTfxD7y56lNWpTW/Il9z0YupNsSFZu6gdpfGhkSdM3tPOZTB0aKTjIoc0KxrjoiIPTOhSm3vQ++DzZ+5A1zdfwKphzObtPNcSsn3O3VIpj6scbYhwD4pZbqUsgyYD0yzr6ymMan3CJIPZTRpUUZVj7PthoeYzt349/QneOHn9xxW4rQavZhqQwKcv3hYbe4ePoOPNy+itFxtGvo6cTkz+o9v9uRmeEQs6zMTKTxdzBFfT7oeKWyRuXt7eDF79PX83/L/Wt1oJOVQBkVlJcR30bXb68Kan2woUDMNJNtyrDYzhBA7hBALhBBdbKLOSrw9vJgRezHzt1mXFlm9m214hO13s/UNPlvidG36Nptfvz70YqoNcaEF1Wp6d4ygX0gPFuz4hVOni1mWuonp/cY1+3pRgV0prShjxd7f6XH4FO5SnunE1Fwm9R5B54AOfPj7QqvGf29ZSDVzxy8jsdX/yo9AhJQyFlgOfFzXICHEXUKIBCFEQn5+vo1urZjZfwI/paxpdMMGQNrRbDzdPQhrY5/dbLHBUfxr+uM8s+QdPkn4iYqqSrvcpyZ6MdWGuFhYppq7h8/go99/5NsdKxge3o9Av7bNvpYQguHhsXy0eRG9clTnr5b2UBVC8PTEO/hs6xLS62nPV1lVxZ78LBYk/sLPu9cztc/oFt3TlbHG3HOAmjPxMMuxM0gpj0opq1drPgAG1XUhKeVcKWW8lDI+KMi2seFOAR0YFt6PhVbUedmYtZPhEf3sGsKIDYni4+tfZE36Vm6Y9zS78tLsdq8qWcWOg3vpG2xdLXpNI7hgWAbU7L1vcA/+tWY+M+MaLzXQGCMiY0k/mk2v7GPg5qb2CLSQ4NaB3DN8Bi8um3tOBlziwT3c/82rXPT2HTy28C0SD+7hmYl3EtJGrzHVhzU/jc1AlBAiEmXq1wHX1xwghAiWUuZank4FUmyq0kquHziZ535+h+sGXNLgR7WNmTuZ2neM3fWEtwtm7sxnWJS8hge/fZ3J0SP449ibbP4xMuVQBm1b+RPcOtCm171gccGwTDX3jbyaisoKBnepKyeiaVR3POqdY8mUsdFk6doBl7Bk9zq+3v4LIyJj+dfq+STm7uHeETN5ecr9tK1uqKJpkEZdRkpZATwALEWZ9ldSyl1CiJeEEFMtwx4SQuwSQiQCDwG32ktwQ8SF9MTPqxVr0+tv51VeWcHWnN0M6drHIZqEEFzRZzTf3PoGOw7ua3JWjzWszdjOyMg4m1/3gsVFwzIAPYPCeXvGn2zyqbW9b2ueGX4d0S3MlKmNm3Dj+Uvu5t9rv+TGz56lZ8dwfrj9H0zvN04bexOw6nOUlHIxsLjWsedqPH4KeMq20pqOEIL7RszkL8s/4OPAF+v8yLbj4F7C2wU7/E3Szrc1f5l8L7d88TwXRQ6ga7um1eFoiPUZidw9YobNrnfB42J57vZkZng8VFbZ1NwBugeG8a/pjxHeLpgOLVgbuJBxuWXm0d0Hcsvgy7n/29coKC067/UNWTsMq/kc0T6EO4deyQtL32vWjtq6OFlSyN4jBxgUptPBbIYLz9xtjqV/akszZepiYFi0NvYW4HLmDnDjoCkMD+/HIz/87UzH9sqqKpbsXs8PSb8xysAQxvUDJ1Mpq6xO22yMDVk7GBjWu87WaJpm4qILqnah2txtPHPXtByXNHeAP469iTY+/jy/9D1+SFrF9A//yBdbl/DcJX9gkIGbHtzd3Hjx0rt5b8M3HDiR1+LrrcvYbugfK5fEhRdUbY42d9Pisubu7ubGX6c8wKFTR1mUvIZnJt7Jx7Ne4qJuzdtubUsi2odwx9AreXHp+8gW1AyvklWsy0jU5m5rdFjGerS5m5aWJ6aaGB9PL/533fNGy6iTGwZO5uvty9mWk8rAsN7Nukbq4Sz8vFvp1mK2Ri+oWo82d9PisjN3s+Pu5sZN8VP4ePOPzb6GDsnYCT1zt57qhiba3E2HNncDmdpnLDty95FRz1brxlirzd0+6AVV67FjtoymZWhzNxAfTy+ujZvIJwk/NfncgtIi9uTvZ1BYy3caamqhF1StR4dlTIs2d4O5Nu4Slu/ZxJGiE006b2PWTgaE9sLHU6dA2hxfX7WVvqQEKu1f9M2p0eZuWrS5G0w739ZM7j2CL7b+3KTzVqdtZURkfzupusAR4uzsvej8jXCaGmhzNy3a3E3ATfGXsWDHCorLSq0an3E0hzUZ25ik+0baDx2asQ69oGpatLmbgK7tOhMfFs13O39tdKyUkjdWfsLtQ6bprdn2RC+qWoeeuZsWbe4m4c5h03l/43ckWJoO18fq9K3kFORz/cBJDlJ2gaJn7tahs2VMizZ3kxDdKZLXLn+Ixxb+gw2ZO+ocU1ZRzpsrP+WJcTfj6e7S+8+MR+e6W4eeuZsWbe4mYmh4P/4+7VGe+ultfkvbct7rn21dQkT7EF273RHosIx1aHM3LXr6ZzIGhkXzr6se56Fv3+DauIn07BhO17ad8fH04qPNP/LJ9S8ZLfHCQIdlrEObu2nR5m5CYoOjeP+aZ/g+aSU/JP3GgeN5ZJ88zO1DphLeLthoeRcGbdqo7/v3G6vD7OhsGdNilbkLISYB/wTcgQ+klK/WM24GsAAYLKVMsJnKC5CooK48Pu6WM8+llHZt6K2pxeTJMHcufPghPPGEzfqDuhx65m5aGo25CyHcgTnAZCAGmCWEOG/PuxAiAHgY2GRrkRq0sTuayy+H0FBITYVVq4xWY160uZsWaxZUhwD7pJTpUsoyYD4wrY5xfwFeA6zbiaPRmBkPD/jDH9Tjd94xVouZ0amQpsUacw8FDtR4nm05dgYhxECgi5Sy6RWwNBqzcued4O4O330HeS3vmuWS6Jm7aWlxKqQQwg34O/BHK8beJYRIEEIk5Ofnt/TWGo19CQ2FqVOhogL++1+j1ZgTbe6mxRpzzwG61HgeZjlWTQDQF1glhMgEhgELhRDxtS8kpZwrpYyXUsYHBQU1X7VG4yjuvVd9nztXV4isC50tY1qsMffNQJQQIlII4QVcByysflFKeVJKGSiljJBSRgAbgak6W0bjEowfD927q5TIJUuMVmM+9MzdtDRq7lLKCuABYCmQAnwlpdwlhHhJCDHV3gI1GkNxc4N77lGP9cLq+WhzNy1CSmnIjePj42VCgp7ca5yAI0cgLAzKyiA9HSIijFZkHtq2hZMn4fhx9Vhjd4QQW6SU54W9a6Nry2g0jREYCFddBVLCZ58ZrcZc6Jm7adHmrtFYw403qu+ffaZMXqP+H06fVo+9vY3VojkPbe4ajTVMnKhm8CkpkJhotBpzUD1r9/bW5RlMiDZ3jcYaPD3h2mvVYx2aUeiQjKnR5q7RWMv116vvX3yhc95Bm7vJ0eau0VjL8OEQGQk5ObB6tdFqjEfXlTE12tw1GmsR4uzs/fPPjdViBvTM3dRoc9domsINN6jvCxaczRS5UNHmbmq0uWs0TSE6GuLi4MQJWLzYaDXGouvKmBpt7hpNU6mevV/oWTN65m5qtLlrNE1l1iwVf1+0SG29v1DR5m5qtLlrNE0lNBTGjlUx92++MVqNcehsGVOjzV2jaQ7V5QjmzTNWh5Hombup0eau0TSHGTPUtvtVqyA722g1xlBYqL5rczcl2tw1mubQpg1ccYUqnvXFF0arcTxSwv/+px736WOsFk2daHPXaJrLhRyaWbQINm2CoCC4+26j1WjqQJu7RtNcJk+G9u1hxw71daFQVQXPPqseP/UU+Psbq0dTJ1aZuxBikhAiVQixTwjxZB2v3yOE2CmE2C6EWCuEiLG9VI3GZHh5wTXXqMcXUs77ggWq7HFo6NkG4hrT0ai5CyHcgTnAZCAGmFWHeX8upewnpYwDXgf+bnOlGo0Zqd7Q9Pnnakbr6lRUwHPPqcfPPqsXU02MNTP3IcA+KWW6lLIMmA9MqzlASllQ46kfoFvVaC4MRoxQPVWzsy+MSpHz5kFqKnTrBrffbrQaTQNYY+6hwIEaz7Mtx85BCHG/ECINNXN/yDbyNBqT4+Z2dvbu6gurZWXw4ovq8QsvqAYmGtNiswVVKeUcKWV34E/AM3WNEULcJYRIEEIk5Ofn2+rWGo2xVJv711+fLablirz7LmRmquJp1aWPNabFGnPPAbrUeB5mOVYf84Er63pBSjlXShkvpYwPCgqyXqVGY2aioyE+HgoK4IcfjFZjH06cgJdeUo9feQXc3Y3Vo2kUa8x9MxAlhIgUQngB1wELaw4QQkTVeHoZsNd2EjUaJ+CWW9T3jz82Voe9eO01OHoULroIpk41Wo3GCho1dyllBfAAsBRIAb6SUu4SQrwkhKj+KT8ghNglhNgOPArcYjfFGo0ZmTVLxaCXLYODB41WY1sOHIC33lKP33xTVcTUmB4PawZJKRcDi2sde67G44dtrEujcS46dIDLL4fvvlM5748/brQi2/Hss6pI2DXXwJAhRqvRWIneoarR2IqaoRnpItnAiYnwySfqU8krrxitRtMEtLlrNLZi8mQIDIRdu2DrVqPV2IbHH1d/qO6/X+W2a5wGbe4aja3w8jqbFukKC6urVsHy5aoC5jN1ZjdrTIw2d43GllSHZj7/XG36cVakhOefV48fe0ytKWicCm3uGo0tiYuDfv1U2uDixY2PNysrV6pyCu3awUN6w7kzos1do7ElQpydvX/4obFamouUqrwAwB//CK1bGypH0zy0uWs0tubGG1V2yaJFkJFhtJqm8+uvsGaNqlX/4INGq9E0E23uGo2t6dRJbWqqqoJ//9toNU2jZqxdz9qdGm3uGo09mD1bff/gA1Vzxln45RdYt04toOpZu1OjzV2jsQcDBsCYMXDqlPPE3quqzjbieOwxCAgwVo+mRWhz12jsRfXs/Z//hMpKY7VYw3/+Axs3qrDSAw8YrUbTQrS5azT24oor1K7OjAz48Uej1TRMWhr86U/q8Tvv6KbXLoA2d43GXri7n80R/8c/jNXSEFVVqmVecbFaCJ4+3WhFGhugzV2jsSe3364yTlavNm+9mTlzlL6OHZ0vu0dTL9rcNRp7EhAAd9yhHr/xhrFa6iItDZ58Uj1+911dZsCF0Oau0dib2bNVUbEvv4SkJKPVnKWiAm69VYdjXBRt7hqNvenaFe66S20QevZZo9Wc5cUXYe1aCA7W4RgXxCpzF0JMEkKkCiH2CSGerOP1R4UQyUKIHUKIFUKIcNtL1WicmKefhlat4PvvISHBaDWwYgW8/DK4uakKljoc43I0au5CCHdgDjAZiAFmCSFiag3bBsRLKWOBBcDrthaq0Tg1nTuf3fFpdG30Q4dU/ZvqTxJjxxqrR2MXrJm5DwH2SSnTpZRlwHxgWs0BUsqVUspiy9ONQJhtZWo0LsATT6gF1qVLVWEuI6iqgptvhrw8tYPWTGEijU2xxtxDgQM1nmdbjtXHHcCSlojSaFySDh3g0UfV46efNqbP6uuvw7Jlqh3gZ5+pXHyNS2LTBVUhxI1APFBnzpcQ4i4hRIIQIiE/P9+Wt9ZonINHHlGldNesUSbrSFatUn9UQLUBDG1ojqZxdqwx9xygS43nYZZj5yCEmAA8DUyVUp6u60JSyrlSyngpZXxQUFBz9Go0zk2bNme3+T/2mEpHdAS5uXDddSos8+c/w5QpjrmvxjCsMffNQJQQIlII4QVcByysOUAIMQB4D2Xsh20vU6NxIR56CCIjVc77e+/Z/34VFcrYDx2CceNUCqTG5WnU3KWUFcADwFIgBfhKSrlLCPGSEGKqZdgbgD/wtRBiuxBiYT2X02g0Pj7wt7+px88+q/qt2pOnn1blBYKD4YsvwMPDvvfTmAIhjVjUAeLj42WCGfJ9NRojkBImTFAt7e6/H95+2z73+fRTlR3j7q6aXl90kX3uo3EYQogtUsr4xsbpHaoajREIoeq8u7mpErs7d9r+Hn/7mzJ2gNde08Z+gaHNXaMxir594d571SLn7Nm2S42sqlL9Tx97TD1/8031XHNBoc1dozGSF1+Edu1UeOa//2359U6fhio/TPMAAAZwSURBVJtugr//HTw9Yd48bewXKNrcNRoj6dBBGTGoWfzKlc2/VkYGjBypasX4+8PixXDDDbbRqXE6tLlrNEZz661q52pFBcyYAXv2NP0aP/wAAwfCli0QEaGyYyZMsLVSjROhzV2jMQOvvw5Tp8Lx43DZZdanR546pcIuV14JJ07AtGmq49OAAfbVqzE92tw1GjPg7q5qvcTFwb59qnHGsWP1jy8uVgulkZEqrOPurjo9ffediuFrLni0uWs0ZsHfH378EUJCVO2ZPn1U/feaHDmizLx7d3j8cTXDHzFCNd147DGVYqnRoM1dozEXYWHw228wapQqyzt9uiod8PXX6nFIiArD5OXBoEGwZIky9mHDjFauMRl6h6pGY0aqquA//1HNq4uKzh53c4NJk+Duu+GKK/RM/QLE2h2qusiERmNG3NzggQfU4upjj0F2NsycqVIbg4ONVqdxArS5azRmJjISvvnGaBUaJ0TH3DUajcYF0eau0Wg0Log2d41Go3FBtLlrNBqNC6LNXaPRaFwQbe4ajUbjgmhz12g0GhdEm7tGo9G4IIaVHxBC5ANZzTw9EDhiQzm2xKzazKoLzKvNrLrAvNrMqgtcR1u4lDKosUGGmXtLEEIkWFNbwQjMqs2susC82syqC8yrzay64MLTpsMyGo1G44Joc9doNBoXxFnNfa7RAhrArNrMqgvMq82susC82syqCy4wbU4Zc9doNBpNwzjrzF2j0Wg0DeB05i6EmCSESBVC7BNCPGmwlv8JIQ4LIZJqHGsvhFguhNhr+e7wbsVCiC5CiJVCiGQhxC4hxMNm0CaE8BFC/C6ESLToetFyPFIIscnyM/1SCOHlSF21NLoLIbYJIRaZRZsQIlMIsVMIsV0IkWA5Zvj7zKKjrRBigRBitxAiRQgx3GhtQohelv+r6q8CIcRso3XV0PeI5f2fJIT4wvJ7YfP3mVOZuxDCHZgDTAZigFlCiBgDJX0ETKp17ElghZQyClhhee5oKoA/SiljgGHA/Zb/J6O1nQYullL2B+KASUKIYcBrwD+klD2A48AdDtZVk4eBlBrPzaJtnJQyrka6nNE/y2r+CfwspewN9Ef93xmqTUqZavm/igMGAcXAd0brAhBChAIPAfFSyr6AO3Ad9nifSSmd5gsYDiyt8fwp4CmDNUUASTWepwLBlsfBQKoJ/t9+ACaaSRvgC2wFhqI2b3jU9TN2sKYw1C/9xcAiQJhBG5AJBNY6ZvjPEmgDZGBZuzOTthpaLgHWmUUXEAocANqjOuEtAi61x/vMqWbunP2PqSbbcsxMdJJS5loe5wGdjBQjhIgABgCbMIE2S9hjO3AYWA6kASeklBWWIUb+TN8CngCqLM87YA5tElgmhNgihLjLcszwnyUQCeQDH1pCWR8IIfxMoq2a64AvLI8N1yWlzAHeBPYDucBJYAt2eJ85m7k7FVL9GTYsHUkI4Q98A8yWUhbUfM0obVLKSqk+LocBQ4DejtZQF0KIy4HDUsotRmupg1FSyoGocOT9QojRNV808H3mAQwE3pFSDgCKqBXqMPJ3wBK3ngp8Xfs1o3RZ4vzTUH8YQwA/zg/t2gRnM/ccoEuN52GWY2bikBAiGMDy/bARIoQQnihj/0xK+a2ZtAFIKU8AK1EfQdsKIaqbtRv1Mx0JTBVCZALzUaGZf5pBm2W2h5TyMCp2PARz/CyzgWwp5SbL8wUoszeDNlB/DLdKKQ9ZnptB1wQgQ0qZL6UsB75Fvfds/j5zNnPfDERZVpa9UB+5FhqsqTYLgVssj29BxbsdihBCAP8FUqSUfzeLNiFEkBCireVxK9Q6QArK5K82SheAlPIpKWWYlDIC9b76VUp5g9HahBB+QoiA6seoGHISJnifSSnzgANCiF6WQ+OBZDNoszCLsyEZMIeu/cAwIYSv5fe0+v/M9u8zoxY6WrAgMQXYg4rVPm2wli9QcbNy1CzmDlScdgWwF/gFaG+ArlGoj5w7gO2WrylGawNigW0WXUnAc5bj3YDfgX2oj9DeBv9cxwKLzKDNcv9Ey9eu6ve80T/LGvrigATLz/R7oJ0ZtKHCHUeBNjWOGa7LouNFYLfld+BTwNse7zO9Q1Wj0WhcEGcLy2g0Go3GCrS5azQajQuizV2j0WhcEG3uGo1G44Joc9doNBoXRJu7RqPRuCDa3DUajcYF0eau0Wg0Lsj/AxLJoGaiUzMsAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "nrmse_OI=np.zeros(len(GT))\n",
    "nrmse_FP_GENN=np.zeros(len(GT))\n",
    "\n",
    "for i in range(0,len(GT)):\n",
    "    gt           = GT[i,:200,:200]\n",
    "    OI_          = itrp_OI[i,:200,:200]\n",
    "    FP_GENN      = itrp_FP_GENN[i,:200,:200]\n",
    "    nrmse_OI[i]      =  (np.sqrt(np.nanmean(((gt-np.nanmean(gt))-(OI-np.nanmean(OI)))**2)))/np.nanstd(gt)\n",
    "    nrmse_FP_GENN[i] =  (np.sqrt(np.nanmean(((gt-np.nanmean(gt))-(FP_GENN-np.nanmean(FP_GENN)))**2)))/np.nanstd(gt)\n",
    "    \n",
    "# plot nRMSE time series\n",
    "N=len(GT)\n",
    "plt.plot(range(N),nrmse_OI,linestyle='solid',color='red',linewidth=2,label=r\"$OI$\")\n",
    "plt.plot(range(N),nrmse_FP_GENN,linestyle='solid',color='seagreen',linewidth=1,label=r\"$FP_GENN$\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "../utils/fourier_spectra.py:101: RuntimeWarning: invalid value encountered in true_divide\n",
      "  Pf_     = (Pf_/raPsd2dv1(img2,res,hanning)[1])\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot averaged normalize error RAPS \n",
    "f0, Pf_OI        = avg_err_raPsd2dv1(itrp_OI[:,:200,:200],GT[:,:200,:200],4,True)\n",
    "f1, Pf_FP_GENN   = avg_err_raPsd2dv1(itrp_FP_GENN[:,:200,:200],GT[:,:200,:200],4,True)\n",
    "wf0 = 1/f0\n",
    "wf1 = 1/f1\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111)\n",
    "ax.plot(wf0[1:],Pf_OI[1:],linestyle='solid',color='red',linewidth=.5,label='OI')\n",
    "ax.plot(wf1[1:],Pf_FP_GENN[1:],linestyle='solid',color='seagreen',linewidth=.5,label='FP-GENN')\n",
    "ax.set_xlabel(\"Wavenumber\", fontweight='bold')\n",
    "ax.set_ylabel(\"Power spectral density (m2/(cy/km))\", fontweight='bold')\n",
    "ax.set_xscale('log') ; ax.set_yscale('log')\n",
    "plt.legend(loc='best',prop=dict(size='small'),frameon=False)\n",
    "plt.xticks([50, 100, 200, 500, 1000], [\"50km\", \"100km\", \"200km\", \"500km\", \"1000km\"])\n",
    "ax.invert_xaxis()\n",
    "plt.grid(which='both', linestyle='--')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.5",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.5.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
